Pages that link to "Item:Q853035"
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The following pages link to A quadratic programming approach to the multi-product newsvendor problem with side constraints (Q853035):
Displaying 16 items.
- Separable programming/duality approach to solving the multi-product Newsboy/Gardener problem with linear constraints (Q358101) (← links)
- Multi-tier binary solution method for multi-product newsvendor problem with multiple constraints (Q439517) (← links)
- Jointly pricing and ordering for a multi-product multi-constraint newsvendor problem with supplier quantity discounts (Q636541) (← links)
- Using separable programming to solve the multi-product multiple ex-ante constraint newsvendor problem and extensions (Q852959) (← links)
- The multi-product newsboy problem with supplier quantity discounts and a budget constraint (Q976317) (← links)
- Comparative statics of changes in risk on monotonically and partially responsive kinked payoffs (Q1044165) (← links)
- A global optimization approach for solving generalized nonlinear multiplicative programming problem (Q1724645) (← links)
- Duality in fuzzy quadratic programming with exponential membership functions (Q1933409) (← links)
- A new data-driven robust optimization approach to multi-item newsboy problems (Q2083366) (← links)
- Optimization model and solution method for dynamically correlated two-product newsvendor problems based on copula (Q2182805) (← links)
- A constructive methodology to solving the capacitated newsvendor problem: an approximate approach (Q2225648) (← links)
- Optimal inventory decisions for a risk-averse retailer when offering layaway (Q2301945) (← links)
- Optimality conditions for fuzzy number quadratic programming with fuzzy coefficients (Q2336468) (← links)
- On the multi-product newsboy problem with two constraints (Q2387257) (← links)
- MULTI-ITEM NEWSVENDOR PROBLEM WITH AN EQUALITY RESOURCE CONSTRAINT (Q4921466) (← links)
- Constructing decision rules for multiproduct newsvendors: an integrated estimation-and-optimization framework (Q6586229) (← links)
